Long description: figc

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A graph shows a curve passing through a point on the y-axis, illustrating a relationship between x and y over time.

Alt text: A graph shows a curve passing through a point on the y-axis, illustrating a relationship between x and y over time.

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  • The image displays a two-dimensional coordinate system with an x-axis and a y-axis.
  • There are two horizontal lines indicated by dashed arrows, one labeled with \(t=0\) and another implied higher up for \(t=3\).
  • A solid curve is drawn on the graph, connecting a point located on the y-axis at a higher vertical position (associated with \(t=3\)) to a point further to the right, following a curve shape.
  • The visible equation below the graph is written as \((c) \text{ } y = \frac{2}{x} - 2 \text{ } \text{:} \text{ } x(y+2) = 2\), suggesting an algebraic relationship associated with the plotted curve.

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